27^{th} March 2005 was a Monday. What was the | vedclass

Name: Exam Paper Generator | JEE NEET Paper Generator | Vedclass
Brand: Vedclass
Rating: 5 (35 reviews)

Question

(C) The period from $27^{th}$ March $2002$ to $27^{th}$ March $2005$ covers $3$ years.These years are $2003$ (ordinary),$2004$ (leap),and $2005$ (ordi

Vedclass · Accepted Answer

Thursday

Vedclass · Answer

(C) The period from $27^{th}$ March $2002$ to $27^{th}$ March $2005$ covers $3$ years.These years are $2003$ (ordinary),$2004$ (leap),and $2005$ (ordinary).An ordinary year has $1$ odd day and a leap year has $2$ odd days.Total odd days $= 1 (2003) + 2 (2004) + 1 (2005) = 4$ odd days.Since we are moving backward from $2005$ to $2002$,we subtract $4$ days from Monday.Monday $- 4$ days: Monday $\rightarrow$ Sunday $\rightarrow$ Saturday $\rightarrow$ Friday $\rightarrow$ Thursday.Therefore,$27^{th}$ March $2002$ was a Thursday.

$27^{th}$ March $2005$ was a Monday. What was the day of the week on $27^{th}$ March $2002\,?$

Similar Questions

Today is Wednesday. After $96$ days, it will be

If $12^{th}$ December $1985$ was a Thursday,what will be the day on $10^{th}$ January $2100$?

$26$th January $2013$ was a Saturday. What was the day of the week on $26$th January $2012$?

The $11^{th}$ October $1986$ was a Saturday. What was the day on $30^{th}$ January $1948$?

What was the day of the week on $13^{th}$ September $2001 \,?$

Vedclass Test Series

Exam Paper Generator

Online Exam Module